| 单词 | Stokes' integral theorem |
| 释义 | Stokes' integral theorem [¦stōks `int·ǝ·grǝl ´thir·ǝm] MATHEMATICS The analog of Green's theorem in n-dimensional euclidean space; that is, a line integral of F1(x1,x2,...,xn )dx1+ . . . + Fn(x1,x2,...,xn )dxn over a closed curve equals an integral of an expression containing various partial derivatives of F1,...,Fn over a surface bounded by the curve. |
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